x↑↑x = -1

[tommy1729]

SO we do not have uniqueness ??

Or are there branch issues again ?

And how weird would it be to have a proof of non-uniqueness without a proof of existance.

So for complex base tetration, uniqueness would stem from the analytic continuation from Kneser's solution, which would also answer Tommy's question about uniqueness, since Henryk Trapmann has a published proof for the uniqueness of slog for Kneser's solution, but there are multiple branches in the pseudo period of tetration, and you can get these equations, but they should all be equivalent, since real Tetration is unique.

Real tetration is not unique since we also have a 1periodic wave.

So the question of uniqueness is imho not resolved.

regards

tommy1729